Philip E. Paré

About

Mathematical modeling and control of dynamic networked systems, e.g. epidemiological, biological, economic systems, infrastructure networks, social networks, etc.; stability analysis, identifiability, and parameter estimation of such nonlinear and possibly time-varying systems; safety-critical control of networked dynamic systems; data-informed and data-driven control methods of networked dynamic systems

Education

• B. S., Mathematics, Brigham Young University, 2012
• M. S., Computer Science, Brigham Young University, 2014
• Ph. D., Electrical & Computer Engineering, University of Illinois at Urbana-Champaign, 2018